MIEZE的Larmor相位校正

Q4 Physics and Astronomy Neutron News Pub Date : 2022-03-28 DOI:10.1080/10448632.2022.2050621
Fankang Li, George E. Ehlers
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We propose two approaches to correct for such aberrations, which will enable us to extend those detection limits to longer times and larger angles. The first approach involves two additional magnetic Wollaston prisms (MWPs) in addition to the two RF flippers [2] and the second approach requires the physical tilting of the RF flippers in the primary spectrometer with respect to the beam direction [3]. Both approaches can shape the wave front of the intensity modulation at the sample position to compensate for the path variance from the sample and the detector. Therefore, the resolution function of MIEZE can be modified such that the contrast of the intensity modulation can be maximized at any scattering angle of interest. To correct for the phase aberration of MIEZE, both approaches involve the generation of a Larmor phase gradient along the transverse direction in the space domain. 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引用次数: 0

摘要

零努力强度调制(MIEZE)是一种中子共振自旋回波技术,它允许人们通过使用射频(RF)中子自旋flippers[1]调制中子束来测量材料中的时间相关函数。这种技术避免了样品和探测器之间的中子自旋操纵,因此可以在样品使中子束去极化的情况下找到应用。然而,有限的样本量会在散射和探测发生的位置之间产生中子路径长度的差异,从而导致拉莫尔相的像差。这种像差极大地限制了对长相关时间或大散射角的强度调制的对比度。我们提出了两种方法来纠正这种像差,这将使我们能够将这些检测极限扩展到更长的时间和更大的角度。第一种方法除了两个射频鳍片[2]外,还包括两个磁性沃拉斯顿棱镜(mwp),第二种方法需要主光谱仪中的射频鳍片相对于光束方向[3]进行物理倾斜。这两种方法都可以在样品位置形成强度调制的波前,以补偿来自样品和检测器的路径方差。因此,可以修改MIEZE的分辨率函数,使强度调制的对比度在任何感兴趣的散射角下都能最大化。为了校正MIEZE的相位像差,这两种方法都涉及在空间域中沿横向方向产生Larmor相位梯度。有了这样的相位梯度,保持波前垂直于感兴趣的散射方向是可能的。因此,强度调制可以以波前平行于探测器表面的方式向探测器传播,这样可以最小化样品横向尺寸带来的像差,如图1所示。利用mwp来控制强度调制中子束的波前与相控阵雷达非常相似,相控阵雷达可以产生一束无线电波,这种无线电波可以在不移动天线的情况下以电子方式指向不同的方向。在这种情况下,除了MIEZE中传统的时间聚焦条件(ω 2 (l2 +L s) = ω 1 (l1 +L s))外,mwp所需的磁场由
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Larmor Phase Correction of MIEZE
Modulation of Intensity Emerging from Zero Effort (MIEZE) is a neutron resonant spin echo technique which allows one to measure the time correlation functions in materials by modulating the neutron beam using radio-frequency (RF) neutron spin flippers [1]. This technique avoids neutron spin manipulation between the sample and the detector, and thus could find applications in cases where the sample depolarizes the neutron beam. However, the finite sample size creates a variance in the neutron path length between the locations where scattering and detection happens, which causes the aberrations in Larmor phase. Such aberrations greatly limit the contrast in the intensity modulation towards long correlation times or large scattering angles. We propose two approaches to correct for such aberrations, which will enable us to extend those detection limits to longer times and larger angles. The first approach involves two additional magnetic Wollaston prisms (MWPs) in addition to the two RF flippers [2] and the second approach requires the physical tilting of the RF flippers in the primary spectrometer with respect to the beam direction [3]. Both approaches can shape the wave front of the intensity modulation at the sample position to compensate for the path variance from the sample and the detector. Therefore, the resolution function of MIEZE can be modified such that the contrast of the intensity modulation can be maximized at any scattering angle of interest. To correct for the phase aberration of MIEZE, both approaches involve the generation of a Larmor phase gradient along the transverse direction in the space domain. With such a phase gradient, it is possible to keep the wave front perpendicular to the scattering direction of interest. Therefore, the intensity modulation could propagate towards the detector with its wave front parallel to the detector surface, with which the aberration from the transverse size of the sample could be minimized, as shown in Figure 1. The employment of MWPs to steer the wave front of the intensity-modulated neutron beam is very similar to a phased array radar, which can create a beam of radio waves that can be electronically steered to point in different directions without moving the antennas. In this case, in additional to the traditional time focusing condition in MIEZE, i.e. (ω 2 (L 2 +L s ) = ω 1 (L 1 +L s )), the magnetic field required for the MWPs is determined by
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来源期刊
Neutron News
Neutron News Physics and Astronomy-Nuclear and High Energy Physics
CiteScore
0.30
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发文量
36
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